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Answer :
1) Given that 1789 children visited a Taco Bell in 24 hours. We can calculate the number of students who went every hour by dividing this number by the number of hours:
[tex]1789 / 24 = 74.54\\\frac{1789}{24} = 74.54[/tex]
We get 75 students each hour, rounded up to the nearest whole number.
If 24 children shared, we can calculate the total number of children who shared by multiplying the number of hours by the number of children shared every hour:
24 x 75 = 1800
As a result, 1800 children shared.
How many men cheated on their wives in 7 weeks?
2)If 1638 men cheated on their wives in one week, multiplying by 7 gives us the number of men who cheated on their wives in seven weeks:
1638 x 7 = 11,466
As a result, 11,466 men cheated on their wives in just 7 weeks.
How many men have cheated before?
c) If 47% of the men who cheated on their spouses in 7 weeks cheated numerous times before, we can calculate the number of men who cheated previously by multiplying the total number of men who cheated by the proportion of men who cheated previously:
11,466 x 0.47 = 5,390.02
Rounding to the nearest whole number, we get 5,390 men who have cheated in the past.
Learn more about rounding numbers here:
https://brainly.com/question/30474527
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Final answer:
Over 7 weeks, a total of 11466 men cheated on their wives. Of those, approximately 5389 men have cheated before, as they represent 47 percent of the total.
Explanation:
The first part of the question seems to contain a typo or irrelevant information, so we will ignore that part and focus on the mathematics problem starting with 2.a). To find out how many men cheated on their wife over 7 weeks, we multiply the weekly number by 7.
Number of men who cheated in one week: 1638
- Number of weeks: 7
- Total men who cheated over 7 weeks: 1638 men/week × 7 weeks = 11466 men
For 2.b), to calculate the number of men who cheated before, take 47 percent of the total from 2.a).
- Percentage of repeat offenders: 47%
- Total men who have cheated before: 47% of 11466 men = 0.47 × 11466 ≈ 5389 men
